Abstract

We derive integral representations that are suitable for studying the transmission of an electromagnetic Gaussian beam through a plane interface that lies between an isotropic medium and a biaxially anisotropic crystal for the case in which the interface normal is along one of the principal axes of the crystal. To that end, we use recently developed exact solutions for the transmitted fields to derive explicit expressions for the corresponding dyadic Green’s functions as well as integral representations that are suitable for asymptotic analysis and efficient numerical evaluation.

© 2001 Optical Society of America

Reflection and refraction of an arbitrary electromagnetic wave at a plane interface separating an isotropic and a biaxial medium

Jakob J. Stamnes and Glen S. Sithambaranathan
J. Opt. Soc. Am. A 18(12) 3119-3129 (2001)

Double refraction of a Gaussian beam into a uniaxial crystal

Jakob J. Stamnes and Velauthapillai Dhayalan
J. Opt. Soc. Am. A 29(4) 486-497 (2012)

Transmission of a two-dimensional Gaussian beam into a uniaxial crystal

Jakob J. Stamnes and Velauthapillai Dhayalan
J. Opt. Soc. Am. A 18(7) 1662-1669 (2001)

Numerical and experimental results for focusing of three-dimensional electromagnetic waves into uniaxial crystals

Momodou Jain, Jon Kåre Lotsberg, Jakob J. Stamnes, Øyvind Frette, Dhayalan Velauthapillai, Daya Jiang, and Xiaohong Zhao
J. Opt. Soc. Am. A 26(3) 691-698 (2009)

Basic elliptical Gaussian wave and beam in a uniaxial crystal

S. R. Seshadri
J. Opt. Soc. Am. A 20(9) 1818-1826 (2003)